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<h1>Introduction</h1>

<p>This application calculates and visualizes Ljapunow (also Markus-Ljapunow or Markus-Lyapunov) fractals.</p> 

<p>From Wikipedia, the free encyclopedia:</p>

<p><i>Lyapunov fractals are bifurcational fractals derived from an extension of the logistic 
map in which the degree of the growth of the population periodically switches between two 
values A and B.</i><p>

<p><i>A Lyapunov fractal is constructed by mapping the regions of stability and chaotic behaviour 
(measured using the Lyapunov exponent λ) in the a−b plane for a given periodic sequence of As and Bs.</i></p>

<p>See <a href="http://en.wikipedia.org/wiki/Lyapunov_fractal">Lyapunow fractal</a> for more information.</p>

<h2>Features:</h2>
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	<li>Fully parameterizable algorithm</li>
	<li>Drag and zoom gestures</li>
	<li>Visualization of partial results</li>
	<li>Numerous coloration possibilities</li>
	<li>Save and exchange fractal settings</li>
	<li>Many predefined fractal settings</li>
	<li>Lots of predefined color gradients</li>
	<li>Save fractals as image</li>
	<li>Full-screen visualization</li>
</ul>

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